Viewed as such, it still has no name. However, there's another way to see this that can be named. First, note the {1234} ALS in r3c246. This contains the strong inference ALS[(1)r3c4=(4)r3c6], which is a 14 "pseudocell". This can be used to form an "XY-Wing" with <6> pincers:

What's more, this "XY-Wing with pseudocell" could be formed with <1> pincers or <4> pincers as well. That's because it's a continuous loop. So we could call it an "XY-Wing with pseudocell loop"! Here it is with a fully reduced basic grid: